Our Courses

Estadística y probabilidad: principios de Inferencia

Estadística y probabilidad: principios de Inferencia

En este curso aprenderás los conceptos y aplicaciones propias de las distribuciones de probabilidad, distribuciones muestrales, estimación por intervalos y pruebas de hipótesis.

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Explorando os recursos educacionais da Khan Academy

Explorando os recursos educacionais da Khan Academy

O curso "Explorando os recursos educacionais da Khan Academy" tem como objetivo ajudar todos aqueles que desejam utilizar a plataforma como um recurso pedagógico. No decorrer do curso, você terá a oportunidade de conhecer a plataforma do ponto de vista do estudante e do ponto de vista do tutor, sabendo exatamente como utilizá-la em favor da aprendizagem. Ao longo do curso, você terá todas as orientações de que precisa para utilizar a plataforma com seus alunos.

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  • 9 hours
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Educación Matemática para profesores de infantil. Curso 2

Educación Matemática para profesores de infantil. Curso 2

En este curso de acceso gratuito*, conocerás algunos temas de las matemáticas escolares con la profundidad necesaria para que puedas ayudar a tus estudiantes a aprenderlas.

Este es el segundo curso del programa especializado Educación Matemática para profesores de infantil. El primer curso también está disponible en Coursera. Cada curso tiene una duración aproximada de cuatro semanas, con una dedicación promedio de 6 horas semanales. Todas las evaluaciones tienen retroalimentación y podrás descargar la mayoría de los recursos del curso.

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Álgebra básica

Álgebra básica

Galileo dijo: "El Universo está escrito en lenguaje matemático y los caracteres son triángulos, círculos y otras figuras geométricas, sin las que es humanamente imposible entender una sola palabra".

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Enseñanza de las matemáticas de primaria

Enseñanza de las matemáticas de primaria

En este tercer curso de acceso gratuito* del programa especializado Educación Matemática para profesores de primaria, conocerás los conceptos y técnicas para planificar e implementar tus clases.

El curso tiene una duración aproximada de seis semanas, con una dedicación promedio de 4 horas semanales. Todas las evaluaciones tienen retroalimentación y podrás descargar la mayoría de los recursos del curso.

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Resolución de problemas por búsqueda

Resolución de problemas por búsqueda

El curso trata de resolución automática de problemas por medio de algoritmos de búsqueda.
Aprenderás a abstraer un problema como un grafo de estados-acciones y a dimensionar su complejidad por medio de la identificación de parámetros. Además, te mostraremos cómo analizar el consumo de recursos computacionales de los algoritmos para seleccionar o adaptar el más apropiado al problema.
Nos interesa que puedas aplicar los algoritmos a problemas concretos.

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Doğrusal Cebir I: Uzaylar ve İşlemciler / Linear Algebra I: Spaces and Operators

Doğrusal Cebir I: Uzaylar ve İşlemciler / Linear Algebra I: Spaces and Operators

Bu ders doğrusal cebir ikili dizinin birincisidir. Doğrusal uzaylar kavramı, doğrusal işlemciler, matris gösterimleri ve denklem sistemlerinin hesaplanabilmesi için temel araçlar vb. konuları içermektedir. Ders gerçek yaşamdan gelen uygulamaları da tanıtmaya önem veren “içerikli yaklaşımla” tasarlanmıştır.

Bölümler:
Bölüm 1: Doğrusal Cebirin Matematikdeki Yeri ve Kapsamı
Bölüm 2: Düzlemdeki Vektörlerin Öğrettikleri
Bölüm 3: İki Bilinmeyenli Denklemlerin Öğrettikleri
Bölüm 4: Doğrusal Uzaylar
Bölüm 5: Fonksiyon Uzayları ve Fourier Serileri

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Aprenda a ensinar programação com o Programaê!

Aprenda a ensinar programação com o Programaê!

O curso "Aprenda a ensinar programação com o Programaê!" tem como objetivo apoiar professores no desenvolvimento de suas aulas com o ‘Programaê!’, um movimento que quer aproximar a programação do cotidiano de jovens de todo o Brasil por meio de um portal prático, agregador de ideias, soluções, dicas e planos de aula estruturados para professores.

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人工智慧:搜尋方法與邏輯推論 (Artificial Intelligence - Search & Logic)

人工智慧:搜尋方法與邏輯推論 (Artificial Intelligence - Search & Logic)

本課程分為人工智慧(上)、人工智慧(下)兩部份,第一部分除了人工智慧概論外,著重在目標搜尋、meta heuristic、電腦對弈、演繹學習(包含證言邏輯、一階邏輯及 planning )等技術。這些技術主要發展時機為人工智慧的第一波及第二波熱潮,也就是 1950 年代至 1990 年代附近的主流發展,即使到現在也在各個領域廣為應用。

課程教學目標:
使同學對人工智慧有基礎概念
同學能夠理解如何運用目標搜尋技術及演繹學習方式達成人工智慧
同學能將相關技術應用到自己的問題上

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Invitation to Mathematics     הזמנה למתמטיקה
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Matrix Algebra for Engineers

Matrix Algebra for Engineers

This course is all about matrices, and concisely covers the linear algebra that an engineer should know. The mathematics in this course is presented at the level of an advanced high school student, but it is recommended that students take this course after completing a university-level single variable calculus course. There are no derivatives or integrals involved, but students are expected to have a basic level of mathematical maturity.

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  • 20 hours
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Introduction to Calculus

Introduction to Calculus

The focus and themes of the Introduction to Calculus course address the most important foundations for applications of mathematics in science, engineering and commerce. The course emphasises the key ideas and historical motivation for calculus, while at the same time striking a balance between theory and application, leading to a mastery of key threshold concepts in foundational mathematics.

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  • 59 hours
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Vector Calculus for Engineers

Vector Calculus for Engineers

This course covers both the theoretical foundations and practical applications of Vector Calculus. During the first week, students will learn about scalar and vector fields. In the second week, they will differentiate fields. The third week focuses on multidimensional integration and curvilinear coordinate systems. Line and surface integrals are covered in the fourth week, while the fifth week explores the fundamental theorems of vector calculus, including the gradient theorem, the divergence theorem, and Stokes' theorem.

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  • 30 hours
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Single Variable Calculus

Single Variable Calculus

Calculus is one of the grandest achievements of human thought, explaining everything from planetary orbits to the optimal size of a city to the periodicity of a heartbeat. This brisk course covers the core ideas of single-variable Calculus with emphases on conceptual understanding and applications. The course is ideal for students beginning in the engineering, physical, and social sciences.

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  • 14 hours
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Pre-University Calculus

Pre-University Calculus

Prepare for introductory calculus courses by reviewing functions, equations, differentiation, integration and analytic geometry.

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Optimization: principles and algorithms - Linear optimization

Optimization: principles and algorithms - Linear optimization

Introduction to linear optimization, duality and the simplex algorithm.

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A-level Mathematics for Year 13 - Course 2: General Motion, Moments and Equilibrium, The Normal Distribution, Vectors, Differentiation Methods, Integration Methods and Differential Equations
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A-level Mathematics for Year 12 - Course 1: Algebraic Methods, Graphs and Applied Mathematics Methods

A-level Mathematics for Year 12 - Course 1: Algebraic Methods, Graphs and Applied Mathematics Methods

Develop your thinking skills, fluency and confidence to aim for an A* in A-levelmaths and prepare for undergraduate STEM degrees.

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A-level Mathematics for Year 13 - Course 1: Functions, Sequences and Series, and Numerical Methods

A-level Mathematics for Year 13 - Course 1: Functions, Sequences and Series, and Numerical Methods

Develop your thinking skills, fluency and confidence to aim for an A* in A-level maths and prepare for undergraduate STEM degrees.

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A-level Further Mathematics for Year 12 - Course 1: Complex Numbers, Matrices, Roots of Polynomial Equations and Vectors

A-level Further Mathematics for Year 12 - Course 1: Complex Numbers, Matrices, Roots of Polynomial Equations and Vectors

Develop your thinking skills, fluency and confidence in A-level further maths and prepare for undergraduate STEM degrees.

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A-Level Further Mathematics for Year 12 - Course 2: 3 x 3 Matrices, Mathematical Induction, Calculus Methods and Applications, Maclaurin Series, Complex Numbers and Polar Coordinates
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A-level Further Mathematics for Year 13 - Course 1: Differential Equations, Further Integration, Curve Sketching, Complex Numbers, the Vector Product and Further Matrices
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Optimization: principles and algorithms - Unconstrained nonlinear optimization

Optimization: principles and algorithms - Unconstrained nonlinear optimization

Introduction to unconstrained nonlinear optimization, Newton’s algorithms and descent methods.

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MathTrackX: Differential Calculus

MathTrackX: Differential Calculus

Discover concepts and techniques relating to differentiation and how they can be applied to solve real world problems.

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MathTrackX: Integral Calculus

MathTrackX: Integral Calculus

Discover concepts and techniques relating to integration and how they can be applied to solve real world problems.

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